FFT Root Raised Cosine Filter
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This block creates a finite impulse response (FIR)-based root raised cosine filter implemented using the FFT. For filters with more than a dozen or so taps, implementation with the FFT is much faster than with straight convolution or a polyphase implementation.
This block is a convenience wrapper that combines a GUI with the FFT Filter block and the firdes.root_raised_cosine taps generating function.
Parameters
(R): Run-time adjustable
- Type
- options: [Complex->Complex (Complex Taps), Complex->Complex (Real Taps),
- Float->Float (Real Taps)]
- Decimation
- default: '1'
- Gain
- default: '1'
- Sample Rate
- default: samp_rate
- Symbol Rate
- default: '1.0'
- Alpha
- default: '0.35'
- Num Taps
- default: 11*samp_rate
- Num. Threads
- default: '1'
Example Flowgraph
Example Output
Source Files
- C++ files
- TODO
- Header files
- TODO
- Public header files
- TODO
- Block definition
- TODO